Answer:
A. (a, the area between the diagonal line and the lorenz curve divided by the total area below the diagonal line)
B. (a, a perfectly unequal income distribution will have a Gini ration of 1.)
C. (a, more equal)
Explanation:
A. Gini ratio can be defined as the statistical determination of the wealth and income distribution among a country's populace.
It can also be called Gini coefficient or Gini index, and it is a measure of the inequality in income and wealth distribution.
The Gini ration is calculated by finding the difference between the Lorenz curve and the uniform distribution line, then divided by the total area under the uniform distribution line. A Gini ration of <0.2 is the perfect income equality.
B. Gini ratio cannot exceed 1 because a perfectly unequal income distribution will have a Gini ratio of 1. This means that the line of equality does not move irrespective of whether or not the Lorenz curve changes.
C. If the Gini ratio declines from 0.42 to 0.35, then that means that income has become more equal. Note that a Gini ratio of <0.2 signifies a perfect income distribution, slightly greater than 0.2 to ).35 signifies that income distribution is close to equality.
Cheers.
Answer: This is because the marginal rate of technical substitution is the ratio of the marginal product of labour to that of capital and for the output to be constant opportunity cost comes in, one input has to be reduced to increase the other input.
Explanation:
The marginal rate of technical substitution (MRTS) shows the amount by which the quantity of an input can be lowered when an extra unit of another input is utilized on order for the output to remain constant.
The marginal rate of technical substitution is likely to reduce as more capital is substituted for labor because the marginal rate of technical substitution is the ratio of the marginal product of labour to that of capital and for the output to be constant opportunity cost comes in, one input has to be reduced to increase the other input.
Answer:
The straight line depreciation for the first year is $24000
Explanation:
The straight line method of depreciation charges/allocates a constant amount of depreciation through out the useful life of the asset. The straight line depreciation expense for the year is calculated as follows,
Straight line depreciation = (Cost - Salvage Value) / Estimated useful life
Straight line depreciation = (135000 - 15000) / 5 = $24000 per year
Thus, the amount of depreciation for first year under straight line method is $24000
-dress nicely
-be prepared
-empathize
Where are your options? Anyway, I hope this helps!!! :)
Question:
Which of the following management responsibilities is the managerial accountant using in this example?
Answer:
Planning, which includes setting goals and objectives for the organization as well as determining how to accomplish those goals.
